Consider the Gompertz model in Eq (12 35) Graph the expectation function for ( theta 1 1, theta 3 1 ), and ( theta 2 frac 1 8 , 1,8,64 ) over the range (0 leq x leq 10 ) Equation (12 35) a Discuss the behavior of the model as a function of ( theta 2 ) b Discuss the behavior of the model as (x ightarrow infty ) c What is (E(y) ) when (x 0 ) y 0 exp( 0e)

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Question: Consider the Gompertz model in Eq. (12.35). Graph the expectation function for (theta_{1}=1, theta_{3}=1), and (theta_{2}=frac{1}{8}, 1,8,64) over the range (0 leq x leq 10).

Consider the Gompertz model in Eq. (12.35). Graph the expectation function for $\theta_{1}=1, \theta_{3}=1$, and $\theta_{2}=\frac{1}{8}, 1,8,64$ over the range $0 \leq x \leq 10$.

Equation (12.35)

y=0 exp(-0e)+ a. Discuss the behavior of the model as a function of $\theta_{2}$.
b. Discuss the behavior of the model as $x \rightarrow \infty$.
c. What is $E(y)$ when $x=0$ ?

y=0 exp(-0e)+

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